1 Define functions

## Define function that recodes to numeric, but watches out to coercion to not introduce NAs
colstonumeric <- function(df){
  tryCatch({
    df_num <- as.data.frame(
      lapply(df,
             function(x) { as.numeric(as.character(x))})) 
  },warning = function(stop_on_warning) {
    message("Stoped the execution of numeric conversion: ", conditionMessage(stop_on_warning))
  }) 
}
##
## Define function that reverse codes items
ReverseCode <- function(df, tonumeric = FALSE, min = NULL, max = NULL) {
  if(tonumeric) df <- colstonumeric(df)
  df <- (max + min) - df
}
##
## Define function that scores only rows with less than 10% NAs (returns NA if all or above threshold percentage of rows are NA); can reverse code if vector of column indexes and min, max are provided.
ScoreLikert <- function(df, napercent = .1, tonumeric = FALSE, reversecols = NULL, min = NULL, max = NULL, engine = "sum") {
  reverse_list <- list(reversecols = reversecols, min = min, max = max)
  reverse_check <- !sapply(reverse_list, is.null)
  
  # Recode to numeric, but watch out to coercion to not introduce NAs
  colstonumeric <- function(df){
    tryCatch({
      df_num <- as.data.frame(
        lapply(df,
               function(x) { as.numeric(as.character(x))})) 
    },warning = function(stop_on_warning) {
      message("Stoped the execution of numeric conversion: ", conditionMessage(stop_on_warning))
    }) 
  }
  
  if(tonumeric) df <- colstonumeric(df)
  
  if(all(reverse_check)){
    df[ ,reversecols] <- (max + min) - df[ ,reversecols]
  }else if(any(reverse_check)){
    stop("Insuficient info for reversing. Please provide: ", paste(names(reverse_list)[!reverse_check], collapse = ", "))
  }
  
  if(engine == "sum") {
    return(
      ifelse(rowSums(is.na(df)) > ncol(df) * napercent,
             NA,
             rowSums(df, na.rm = TRUE) * NA ^ (rowSums(!is.na(df)) == 0)
      )
    )  
  }
  
  if(engine == "mean") {
    return(
      ifelse(rowMeans(is.na(df)) > ncol(df) * napercent,
             NA,
             rowMeans(df, na.rm = TRUE) * NA ^ (rowSums(!is.na(df)) == 0)
      )       
    )
  }
  
    if(engine == "mean_na") {
      df[is.na(df)] <- 0
      rowMeans(df)
    }
}

2 Read survey structure

folder <- here::here("Rsyntax&data")
data_name <- "survey_686732_R_data_file.csv"
script_name <- "survey_686732_R_syntax_file.R"
  
# Check most recent .csv file
last_csv_file <- 
  dir(folder, pattern = ".*csv", full.names = TRUE) %>% 
  file.info() %>%
  dplyr::arrange(dplyr::desc(ctime)) %>%
  dplyr::slice(1) %>%
  row.names()
if(identical(last_csv_file, file.path(folder, data_name))) {
  cat("Most recent .csv is used.")
} else {
  cat("NOT using the most recent .csv!")
}
Most recent .csv is used.
# -------------------------------------------------------------------------
# Read data
library(limonaid)
library(sticky)  # need this for sticky labels

df <- limonaid::ls_import_data(
  datafile = file.path(folder, data_name),
  scriptfile = file.path(folder, script_name),
  massConvertToNumeric = FALSE
)

df_compl <-
  df %>%
  filter(lastpage == 17)

# -------------------------------------------------------------------------
# Labels to factor levels levels ("label" = question text; "labels" = response options text)
# library(labelled)
# library(sjlabelled)
# sjlabelled::get_labels(df$G01Q59_SQ008, attr.only = TRUE, values = "as.prefix")
# sjlabelled::get_values(df$G01Q59_SQ008)
# sjlabelled::as_label(df$G01Q59_SQ008, prefix = TRUE, keep.labels = TRUE) 
# sjlabelled::as_character(df$G01Q59_SQ008, prefix = TRUE, keep.labels = TRUE)
# labelled::var_label(df$G01Q59_SQ008)
# labelled::to_factor(df$G01Q59_SQ008, levels = "values")

lime_label_recode <- function (x, prefix = FALSE) {
  labels <- attr(x, "labels", exact = TRUE)
  if (is.null(labels)) {
    x
  } else {
    labels <- unname(labels)
    values <- names(attr(x, "labels", exact = TRUE))
    if (prefix) {
      labels <- sprintf("[%s] %s", values, labels)
    }
    # No recoding solution preserve attributes, even with sticky
      x_rec <- c(labels, x)[match(x, c(values, x))]
    attributes(x_rec) <- attributes(x)  # reattach attributes
    x_rec
  }
}
# test_df <- cbind(df$G02Q02_SQ021, lime_label_recode(df$G02Q02_SQ021))
# lime_label_recode(df$G01Q59_SQ008)
# lime_label_recode(df$G04Q05_SQ001)

# -------------------------------------------------------------------------
# Recode using labels
# cols_to_recode <- lapply(df, function(x) {!is.null(attr(x, "labels", exact = TRUE))})
# cols_to_recode <- which(unlist(cols_to_recode))

# df_recoded <- df
# list_recoded <- lapply(df_recoded[, cols_to_recode], lime_label_recode)
# df_recoded[, cols_to_recode] <- as.data.frame(do.call(cbind, list_recoded))

# df_recoded <-
#   df %>%
#   mutate(across(all_of(cols_to_recode), lime_label_recode)) 

df_recoded <-
  df %>%
  mutate(across(everything(), lime_label_recode)) %>%   # some values have same labels: df$G01Q60_SQ006
  mutate(across(where(is.character), function(col) iconv(col, to="UTF-8")))  # encoding: df_recoded$G01Q56

3 Score 3 Questionnaires

# ------------------------------------------------------------------------------
# Define 3 scales
# ------------------------------------------------------------------------------
# ATSPPH - 10 items (likert 0-3) total sum
atspph_idx <- 184:193  # grep("G06Q13", names(df));  df[, grep("G06Q13", names(df), value = TRUE)]
atspph_labs <- unique(lapply(df[, atspph_idx], attr, "labels"))
atspph_rev <- c(2, 4, 8, 9, 10)

atspph_recode <- function(df, rev) {
  df %>%
    mutate(
      across(everything(),
        ~ case_when(
          . == "AO02" ~ 0,
          . == "AO03" ~ 1,
          . == "AO04" ~ 2,
          . == "AO05" ~ 3
        )
      )       
    ) %>%
    mutate(   # here reverse code
      across(rev,
      ~ 3 - .x 
      )
    )
}  # atspph_recode(df_compl[, atspph_idx], atspph_rev)

# FSozU - 6 items (likert 1-5) total mean
fsozu_idx <- 222:227 # grep("G12Q45", names(df)); df[, grep("G12Q45", names(df), value = TRUE)]  
fsozu_labs <- unique(lapply(df[, fsozu_idx], attr, "labels"))  

fsozu_recode <- function(df) {
  df %>%
    mutate(
      across(everything(),
        ~ case_when(
          . == "AO01" ~ 1,
          . == "AO02" ~ 2,
          . == "AO03" ~ 3,
          . == "AO04" ~ 4,
          . == "AO05" ~ 5
        )
      )       
    ) 
}  # fsozu_recode(df_compl[, fsozu_idx])

# PMHSS - 24 items (likert 1-5) subscale sum
pmhss_idx <- 228:251   # grep("G13Q46", names(df)); df[, grep("G13Q46", names(df), value = TRUE)]
pmhss_labs <- unique(lapply(df[, pmhss_idx], attr, "labels"))

pmhss_aware <- c(2, 4, 5, 6, 8, 10, 11, 12)  
pmhss_agree <- c(14, 16, 17, 18, 20, 22, 23, 24) 
pmhss_posit <- c(1, 3, 7, 9, 13, 15, 19, 21)

pmhss_recode <- function(df) {
  df %>%
    mutate(
      across(everything(),
        ~ case_when(
          . == "AO01" ~ 1,
          . == "AO02" ~ 2,
          . == "AO03" ~ 3,
          . == "AO04" ~ 4,
          . == "AO05" ~ 5
        )
      )       
    )
}  # pmhss_recode(df_compl[, pmhss_idx])

# ------------------------------------------------------------------------------
# Recode & Score
df_compl[, atspph_idx] <- atspph_recode(df_compl[, atspph_idx], atspph_rev)
df_compl[, fsozu_idx] <- fsozu_recode(df_compl[, fsozu_idx])
df_compl[, pmhss_idx] <- pmhss_recode(df_compl[, pmhss_idx])

df_compl$help_seek <- ScoreLikert(df_compl[, atspph_idx], napercent = .5, engine = "sum")
df_compl$soc_supp <- ScoreLikert(df_compl[, fsozu_idx], napercent = .5, engine = "mean")

df_compl$aware <- ScoreLikert(df_compl[, pmhss_idx][pmhss_aware], napercent = .5, engine = "sum") 
df_compl$agree <- ScoreLikert(df_compl[, pmhss_idx][pmhss_agree], napercent = .5, engine = "sum")
df_compl$posit <- ScoreLikert(df_compl[, pmhss_idx][pmhss_posit], napercent = .5, engine = "sum")

4 Some analyses on 3 Questionnaires

4.0.1 Just checks

NULL

4.0.2 Mod - just check

# find_mod(df_scales)
# moderation_model_list #1,2,3,6,7,10,11,12

mod_synth <-
  moderation_model_list %>%
  purrr::pluck("Syntax") %>%
  stringr::str_match("# Regressions\\\n(.*?)\\\n\\\n#") %>%   # string between "# Regressions\n" and "\n\n#"
  as.data.frame() %>%
  dplyr::pull(2) %>% 
  stringr::str_remove_all(fixed("b0*1 + ")) 

mod_tabl <- 
  moderation_model_list %>%
  purrr::pluck("Model")

for(i in seq_len(length(mod_tabl))) {print(mod_synth[i]); print(mod_tabl[[i]])}
[1] "help_seek ~ b1*age + b2*aware + b3*ageaware"
[1] "help_seek ~ b1*age + b2*agree + b3*ageagree"
[1] "soc_supp ~ b1*agree + b2*aware + b3*agreeaware"
[1] "aware ~ b1*age + b2*help_seek + b3*agehelp_seek"
[1] "aware ~ b1*agree + b2*soc_supp + b3*agreesoc_supp"
[1] "aware ~ b1*posit + b2*soc_supp + b3*positsoc_supp"
[1] "agree ~ b1*age + b2*help_seek + b3*agehelp_seek"
[1] "agree ~ b1*posit + b2*soc_supp + b3*positsoc_supp"
[1] "agree ~ b1*posit + b2*aware + b3*positaware"
[1] "posit ~ b1*aware + b2*soc_supp + b3*awaresoc_supp"
[1] "posit ~ b1*agree + b2*soc_supp + b3*agreesoc_supp"
[1] "posit ~ b1*agree + b2*aware + b3*agreeaware"
[1] "age ~ b1*aware + b2*help_seek + b3*awarehelp_seek"
[1] "age ~ b1*agree + b2*help_seek + b3*agreehelp_seek"
[1] "age ~ b1*agree + b2*aware + b3*agreeaware"

4.0.3 Med - just check

# find_med(df_scales)
# mediation_model_list

for(i in seq_len(length(mediation_model_list$MedEs))) {print(mediation_model_list$MedEs[i]); print(mediation_model_list$PathEs[[i]])}
$model_1
    effect     label         est         se        lower      upper          z         p        pm
1 Indirect     a × b  0.03977335 0.01721567  0.006031253 0.07351545  2.3102990 0.0208716  40.70041
2   Direct         c -0.05794888 0.03647158 -0.129431877 0.01353411 -1.5888776 0.1120880  59.29959
3    Total c + a × b -0.01817553 0.03253100 -0.081935121 0.04558405 -0.5587143 0.5763567 100.00000
$model_2
    effect     label         est         se        lower       upper         z          p        pm
1 Indirect     a × b  0.02357673 0.01106423  0.001891225 0.045262225  2.130895 0.03309776  26.54287
2   Direct         c -0.06524837 0.03687318 -0.137518477 0.007021738 -1.769535 0.07680471  73.45713
3    Total c + a × b -0.04167164 0.03555378 -0.111355766 0.028012478 -1.172074 0.24116750 100.00000
$model_3
    effect     label          est          se        lower      upper         z          p         pm
1 Indirect     a × b 0.0114499751 0.005176223  0.001304765 0.02159519 2.2120329 0.02696439  96.868121
2   Direct         c 0.0003701934 0.008706562 -0.016694355 0.01743474 0.0425189 0.96608505   3.131879
3    Total c + a × b 0.0118201685 0.007074084 -0.002044780 0.02568512 1.6709116 0.09473913 100.000000
$model_4
    effect     label          est          se        lower       upper         z               p        pm
1 Indirect     a × b  0.021066430 0.004081768  0.013066311 0.029066549  5.161104 0.0000002454981  68.96143
2   Direct         c -0.009481705 0.007772544 -0.024715611 0.005752201 -1.219897 0.2225038237341  31.03857
3    Total c + a × b  0.011584725 0.007085497 -0.002302595 0.025472045  1.634991 0.1020509156450 100.00000
$model_5
    effect     label         est          se        lower      upper        z             p        pm
1 Indirect     a × b 0.011921385 0.002903842  0.006229959 0.01761281 4.105383 0.00004036453  55.17638
2   Direct         c 0.009684574 0.007859872 -0.005720493 0.02508964 1.232154 0.21789152443  44.82362
3    Total c + a × b 0.021605958 0.007732044  0.006451431 0.03676049 2.794340 0.00520057805 100.00000
$model_6
    effect     label        est        se       lower     upper         z           p         pm
1 Indirect     a × b 0.48006170 0.1744613  0.13812392 0.8219995 2.7516808 0.005929028  97.920426
2   Direct         c 0.01019526 0.2397818 -0.45976836 0.4801589 0.0425189 0.966085047   2.079574
3    Total c + a × b 0.49025696 0.2934069 -0.08480994 1.0653239 1.6709116 0.094739131 100.000000
$model_7
    effect     label       est         se     lower     upper         z                 p        pm
1 Indirect     a × b 0.1504592 0.02510330 0.1012576 0.1996608  5.993603 0.000000002052426  30.32096
2   Direct         c 0.3457625 0.03731608 0.2726243 0.4189007  9.265776 0.000000000000000  69.67904
3    Total c + a × b 0.4962217 0.04228655 0.4133416 0.5791018 11.734739 0.000000000000000 100.00000
$model_8
    effect     label       est        se       lower     upper         z               p        pm
1 Indirect     a × b  0.802374 0.1533110  0.50189006 1.1028580  5.233638 0.0000001662062  71.15351
2   Direct         c -0.325292 0.2666553 -0.84792675 0.1973427 -1.219897 0.2225038237341  28.84649
3    Total c + a × b  0.477082 0.2917949 -0.09482542 1.0489894  1.634991 0.1020509156450 100.00000
$model_9
    effect     label       est         se      lower     upper         z                p        pm
1 Indirect     a × b 0.1048390 0.01941788 0.06678061 0.1428973  5.399094 0.00000006697835  16.21354
2   Direct         c 0.5417745 0.03899136 0.46535282 0.6181961 13.894731 0.00000000000000  83.78646
3    Total c + a × b 0.6466134 0.04051343 0.56720858 0.7260183 15.960472 0.00000000000000 100.00000
$model_10
    effect     label        est         se      lower      upper         z                   p       pm
1 Indirect     a × b 0.26272501 0.02930484  0.2052886 0.32016144 8.9652432 0.00000000000000000  94.6022
2   Direct         c 0.01499053 0.04004682 -0.0634998 0.09348086 0.3743251 0.70816247904824503   5.3978
3    Total c + a × b 0.27771554 0.04180285  0.1957835 0.35964762 6.6434599 0.00000000003064038 100.0000
$model_11
    effect     label       est         se      lower     upper        z            p        pm
1 Indirect     a × b 0.4161393 0.09870205  0.2226868 0.6095917 4.216116 0.0000248546  56.05467
2   Direct         c 0.3262419 0.26477360 -0.1927048 0.8451886 1.232154 0.2178915244  43.94533
3    Total c + a × b 0.7423811 0.26567317  0.2216713 1.2630910 2.794340 0.0052005781 100.00000
$model_12
    effect     label        est         se       lower      upper        z                   p         pm
1 Indirect     a × b 0.02964074 0.01203087 0.006060659 0.05322082 2.463723 0.01375023806726228   9.760248
2   Direct         c 0.27404763 0.04482220 0.186197727 0.36189754 6.114104 0.00000000097100727  90.239752
3    Total c + a × b 0.30368837 0.04570911 0.214100160 0.39327658 6.643935 0.00000000003054157 100.000000
$model_13
    effect     label        est         se      lower       upper          z          p        pm
1 Indirect     a × b -0.1869264 0.09392011 -0.3710064 -0.00284633 -1.9902699 0.04656122  43.89865
2   Direct         c  0.2388871 0.33008990 -0.4080773  0.88585138  0.7237030 0.46924808  56.10135
3    Total c + a × b  0.0519607 0.34025590 -0.6149286  0.71885001  0.1527107 0.87862645 100.00000
$model_14
    effect     label        est         se       lower     upper         z                       p         pm
1 Indirect     a × b 0.28374330 0.03540910  0.21434274 0.3531438 8.0132884 0.000000000000001110223  93.579512
2   Direct         c 0.01946762 0.05200726 -0.08246473 0.1214000 0.3743251 0.708162479048245474544   6.420488
3    Total c + a × b 0.30321092 0.04564051  0.21375716 0.3926647 6.6434599 0.000000000030640379123 100.000000
$model_15
    effect     label       est         se      lower     upper        z                 p        pm
1 Indirect     a × b 0.2034478 0.08005067 0.04655136 0.3603442 2.541488 0.011038186582389  12.91465
2   Direct         c 1.3718780 0.26273619 0.85692450 1.8868314 5.221504 0.000000177476211  87.08535
3    Total c + a × b 1.5753258 0.27059923 1.04496101 2.1056905 5.821619 0.000000005828013 100.00000
$model_16
    effect     label           est          se        lower         upper          z          p        pm
1 Indirect     a × b -0.0036200998 0.001736830 -0.007024223 -0.0002159762 -2.0843148 0.03713154  44.29214
2   Direct         c  0.0045531340 0.006291440 -0.007777862  0.0168841295  0.7237030 0.46924808  55.70786
3    Total c + a × b  0.0009330342 0.006109817 -0.011041987  0.0129080555  0.1527107 0.87862645 100.00000

4.0.4 Odd stigma patterns

ggplot(df_scales, aes(aware, agree, color = posit)) +
  geom_smooth(method = "loess", formula = y ~ x, se = TRUE, alpha = 0.1, color = "red", fill = "red") +
  geom_point() +
  scale_colour_distiller(palette = "Blues", direction = 1)


df_scales %>%
  mutate(posit_cat = cut(posit,
    breaks = c(5, 10, 20, 30, 40))
  ) %>%
  ggplot(aes(aware, agree, color = posit_cat)) +
  geom_point() -> plot_stigma1
plotly::ggplotly(plot_stigma1)

ggplot(df_scales, aes(posit, agree, color = aware)) +
  geom_smooth(method = "loess", formula = y ~ x, se = TRUE, alpha = 0.1, color = "red", fill = "red") +
  geom_point() +
  scale_colour_distiller(palette = "Blues", direction = 1)


df_scales %>%
  mutate(aware_cat = cut(posit,
                         breaks = c(5, 10, 20, 30, 40))
  ) %>%
  ggplot(aes(posit, agree, color = aware_cat)) +
  geom_point() -> plot_stigma2
plotly::ggplotly(plot_stigma2)

4.0.5 Partial correlations stigma (partial everything from everything)

psych::lowerMat(psych::partial.r(df_scales[, c("agree", "aware", "posit")]))
      agree aware posit
agree 1.00             
aware 0.54  1.00       
posit 0.02  0.39  1.00 

4.0.6 Interaction stigma

mod_stigma_interac <- lm(agree ~ aware * posit, data = df_agree)
interactions::interact_plot(mod_stigma_interac, pred = posit, modx = aware)

# interactions::sim_slopes(mod_stigma_interac, pred = posit, modx = aware)

4.0.7 Gender diff stigma

ggstatsplot::ggbetweenstats(df_agree, x = sex, y = agree)

ggstatsplot::ggbetweenstats(df_agree, x = sex, y = aware)

ggstatsplot::ggbetweenstats(df_agree, x = sex, y = posit)

4.0.8 Silly model that works smh (0 m, 1 fem)

df_scales %>% 
  mutate(sex = as.numeric(as.factor(sex)) - 1) %>% 
  psych::mediate(posit ~ sex + aware:agree + (aware), data = .)

Mediation/Moderation Analysis 
Call: psych::mediate(y = posit ~ sex + aware:agree + (aware), data = .)

The DV (Y) was  posit . The IV (X) was  sex agree aware*agree . The mediating variable(s) =  aware .

Total effect(c) of  sex  on  posit  =  -2.68   S.E. =  0.55  t  =  -4.85  df=  511   with p =  0.0000016
Direct effect (c') of  sex  on  posit  removing  aware  =  -1.99   S.E. =  0.54  t  =  -3.71  df=  510   with p =  0.00023
Indirect effect (ab) of  sex  on  posit  through  aware   =  -0.68 
Mean bootstrapped indirect effect =  -0.67  with standard error =  0.2  Lower CI =  -1.08    Upper CI =  -0.3

Total effect(c) of  agree  on  posit  =  0.3   S.E. =  0.04  t  =  7.19  df=  511   with p =  0.0000000000023
Direct effect (c') of  agree  on  posit  removing  aware  =  0.08   S.E. =  0.05  t  =  1.54  df=  510   with p =  0.12
Indirect effect (ab) of  agree  on  posit  through  aware   =  0.22 
Mean bootstrapped indirect effect =  0.22  with standard error =  0.04  Lower CI =  0.13    Upper CI =  0.3

Total effect(c) of  aware*agree  on  posit  =  -0.03   S.E. =  0  t  =  -5.77  df=  511   with p =  0.000000014
Direct effect (c') of  aware*agree  on  posit  removing  aware  =  -0.01   S.E. =  0  t  =  -2.85  df=  510   with p =  0.0046
Indirect effect (ab) of  aware*agree  on  posit  through  aware   =  -0.01 
Mean bootstrapped indirect effect =  -0.01  with standard error =  0  Lower CI =  -0.02    Upper CI =  -0.01
R = 0.5 R2 = 0.25   F = 43.54 on 4 and 510 DF   p-value:  0.000000000000000000000000000000000000221 

 To see the longer output, specify short = FALSE in the print statement or ask for the summary

# psych::mediate(agree ~ posit + (aware), data = df_scales) # silly but works
# psych::mediate(agree ~ posit * aware, data = df_scales)

4.0.9 Reg step - everything about stigma is wacky

df_agree <- na.omit(df_scales[, c("agree", "sex", "age", "resid", "aware", "soc_supp", "posit")])
mod_agree <- lm(agree ~ sex + age + resid + aware + soc_supp, data = df_agree)
best_mod_agree <- step(mod_agree, scope = help_seek ~ .^2, direction = "both", data = mod_agree$model, trace = 0) # BIC with k = log(nrow(mod_agree$model))
summary(best_mod_agree)

Call:
lm(formula = agree ~ sex + aware + soc_supp + sex:aware, data = df_agree)

Residuals:
     Min       1Q   Median       3Q      Max 
-22.6459  -2.9557   0.6675   3.2232  15.9948 

Coefficients:
                  Estimate Std. Error t value             Pr(>|t|)    
(Intercept)        7.31728    1.32803   5.510         0.0000000591 ***
sexMasculin       -4.11805    1.53508  -2.683              0.00756 ** 
aware              0.42667    0.04509   9.463 < 0.0000000000000002 ***
soc_supp           0.52581    0.21332   2.465              0.01406 *  
sexMasculin:aware  0.26271    0.06650   3.950         0.0000899131 ***
---
Signif. codes:  0 ‘***’ 0.001 ‘**’ 0.01 ‘*’ 0.05 ‘.’ 0.1 ‘ ’ 1

Residual standard error: 5.174 on 472 degrees of freedom
Multiple R-squared:  0.3897,    Adjusted R-squared:  0.3846 
F-statistic: 75.35 on 4 and 472 DF,  p-value: < 0.00000000000000022
df_helpseek <- na.omit(df_scales[, c("help_seek", "sex", "age", "agree", "aware", "soc_supp", "agree", "posit")])
mod_helpseek <- lm(help_seek ~ sex + age + agree  + aware + soc_supp, data = df_helpseek)
best_mod_helpseek <- step(mod_helpseek, scope = help_seek ~ .^2, direction = "both", data = mod_helpseek$model, trace = 0) # BIC with k = log(nrow(mod_helpseek$model))
summary(best_mod_helpseek)


summary(lm(help_seek ~ sex + age * aware, data = df_scales)) 


5 Session Info

 

A work by Claudiu Papasteri

 

---
title: "<br> Scholars wave 1 - partial data" 
subtitle: "Initial Analysis"
author: "<br> Claudiu Papasteri"
date: "`r format(Sys.time(), '%d %m %Y')`"
output: 
    html_notebook:
            code_folding: hide
            toc: true
            toc_depth: 2
            number_sections: true
            theme: spacelab
            highlight: tango
            font-family: Arial
            fig_width: 10
            fig_height: 9
    # pdf_document: 
            # toc: true
            # toc_depth: 2
            # number_sections: true
            # fontsize: 11pt
            # geometry: margin=1in
            # fig_width: 7
            # fig_height: 6
            # fig_caption: true
    # github_document: 
            # toc: true
            # toc_depth: 2
            # html_preview: false
            # fig_width: 5
            # fig_height: 5
            # dev: jpeg
---


<!-- Setup -->


```{r setup, include=FALSE}
# General R options
set.seed(111)               # in case we use randomized procedures       
options(scipen = 999)       # positive values bias towards fixed and negative towards scientific notation
options(repos = c(getOption("repos")["CRAN"], CRANextra = "https://mirror.clientvps.com/CRAN/"))  # use CRAN as default, set CRANextra to Nürnberg mirror

if (!require("pacman")) install.packages("pacman", dependencies = TRUE)
if (!require("tidyverse")) install.packages("tidyverse", dependencies = TRUE)
packages <- c(
  "papaja",
  "here", "fs",
  "conflicted",
  "rio",
  "psych",          
  "ggstatsplot",
  "ggplot2", "scales",
  "report",
  "gtsummary",
  "limonaid", "sticky"
  # , ...
)
pacman::p_load(char = packages, update = FALSE)

# Set here to Rnotebook directory
here::set_here()
unloadNamespace("here")                   # need new R session or unload namespace for .here file to take precedence over .Rproj
notebook_name <- fs::path_file(here::here())

# Solve conflicts in favor of tidyverse
conflicted::conflict_prefer("filter", winner = "dplyr")
conflicted::conflict_prefer("select", winner = "dplyr")
conflicted::conflict_prefer("slice", winner = "dplyr")
conflicted::conflict_prefer("rename", winner = "dplyr")
conflicted::conflict_prefer("count", winner = "dplyr")
conflicted::conflict_prefer("recode", winner = "dplyr")
conflicted::conflict_prefer("fill", winner = "tidyr")

# Set kintr options including root.dir pointing to the .here file in Rnotebook directory
knitr::opts_chunk$set(
  root.dir = here::here(),
  #fig.width = 5, fig.asp = 1/3, 
  comment = "#",
  collapse = TRUE,
  echo = TRUE, warning = TRUE, message = TRUE, cache = TRUE       # echo = False for github_document, but will be folded in html_notebook
)

# Themes for ggplot2 plotting (here used APA style)
theme_set(papaja::theme_apa())
```





<!-- Functions -->

# Define functions

```{r}
## Define function that recodes to numeric, but watches out to coercion to not introduce NAs
colstonumeric <- function(df){
  tryCatch({
    df_num <- as.data.frame(
      lapply(df,
             function(x) { as.numeric(as.character(x))})) 
  },warning = function(stop_on_warning) {
    message("Stoped the execution of numeric conversion: ", conditionMessage(stop_on_warning))
  }) 
}
##
## Define function that reverse codes items
ReverseCode <- function(df, tonumeric = FALSE, min = NULL, max = NULL) {
  if(tonumeric) df <- colstonumeric(df)
  df <- (max + min) - df
}
##
## Define function that scores only rows with less than 10% NAs (returns NA if all or above threshold percentage of rows are NA); can reverse code if vector of column indexes and min, max are provided.
ScoreLikert <- function(df, napercent = .1, tonumeric = FALSE, reversecols = NULL, min = NULL, max = NULL, engine = "sum") {
  reverse_list <- list(reversecols = reversecols, min = min, max = max)
  reverse_check <- !sapply(reverse_list, is.null)
  
  # Recode to numeric, but watch out to coercion to not introduce NAs
  colstonumeric <- function(df){
    tryCatch({
      df_num <- as.data.frame(
        lapply(df,
               function(x) { as.numeric(as.character(x))})) 
    },warning = function(stop_on_warning) {
      message("Stoped the execution of numeric conversion: ", conditionMessage(stop_on_warning))
    }) 
  }
  
  if(tonumeric) df <- colstonumeric(df)
  
  if(all(reverse_check)){
    df[ ,reversecols] <- (max + min) - df[ ,reversecols]
  }else if(any(reverse_check)){
    stop("Insuficient info for reversing. Please provide: ", paste(names(reverse_list)[!reverse_check], collapse = ", "))
  }
  
  if(engine == "sum") {
    return(
      ifelse(rowSums(is.na(df)) > ncol(df) * napercent,
             NA,
             rowSums(df, na.rm = TRUE) * NA ^ (rowSums(!is.na(df)) == 0)
      )
    )  
  }
  
  if(engine == "mean") {
    return(
      ifelse(rowMeans(is.na(df)) > ncol(df) * napercent,
             NA,
             rowMeans(df, na.rm = TRUE) * NA ^ (rowSums(!is.na(df)) == 0)
      )       
    )
  }
  
    if(engine == "mean_na") {
      df[is.na(df)] <- 0
      rowMeans(df)
    }
}
```



<!-- Report -->

# Read survey structure

```{r, message=FALSE}
folder <- here::here("Rsyntax&data")
data_name <- "survey_686732_R_data_file.csv"
script_name <- "survey_686732_R_syntax_file.R"
  
# Check most recent .csv file
last_csv_file <- 
  dir(folder, pattern = ".*csv", full.names = TRUE) %>% 
  file.info() %>%
  dplyr::arrange(dplyr::desc(ctime)) %>%
  dplyr::slice(1) %>%
  row.names()
if(identical(last_csv_file, file.path(folder, data_name))) {
  cat("Most recent .csv is used.")
} else {
  cat("NOT using the most recent .csv!")
}

# -------------------------------------------------------------------------
# Read data
library(limonaid)
library(sticky)  # need this for sticky labels

df <- limonaid::ls_import_data(
  datafile = file.path(folder, data_name),
  scriptfile = file.path(folder, script_name),
  massConvertToNumeric = FALSE
)

df_compl <-
  df %>%
  filter(lastpage == 17)

# -------------------------------------------------------------------------
# Labels to factor levels levels ("label" = question text; "labels" = response options text)
# library(labelled)
# library(sjlabelled)
# sjlabelled::get_labels(df$G01Q59_SQ008, attr.only = TRUE, values = "as.prefix")
# sjlabelled::get_values(df$G01Q59_SQ008)
# sjlabelled::as_label(df$G01Q59_SQ008, prefix = TRUE, keep.labels = TRUE) 
# sjlabelled::as_character(df$G01Q59_SQ008, prefix = TRUE, keep.labels = TRUE)
# labelled::var_label(df$G01Q59_SQ008)
# labelled::to_factor(df$G01Q59_SQ008, levels = "values")

lime_label_recode <- function (x, prefix = FALSE) {
  labels <- attr(x, "labels", exact = TRUE)
  if (is.null(labels)) {
    x
  } else {
    labels <- unname(labels)
    values <- names(attr(x, "labels", exact = TRUE))
    if (prefix) {
      labels <- sprintf("[%s] %s", values, labels)
    }
    # No recoding solution preserve attributes, even with sticky
      x_rec <- c(labels, x)[match(x, c(values, x))]
    attributes(x_rec) <- attributes(x)  # reattach attributes
    x_rec
  }
}
# test_df <- cbind(df$G02Q02_SQ021, lime_label_recode(df$G02Q02_SQ021))
# lime_label_recode(df$G01Q59_SQ008)
# lime_label_recode(df$G04Q05_SQ001)

# -------------------------------------------------------------------------
# Recode using labels
# cols_to_recode <- lapply(df, function(x) {!is.null(attr(x, "labels", exact = TRUE))})
# cols_to_recode <- which(unlist(cols_to_recode))

# df_recoded <- df
# list_recoded <- lapply(df_recoded[, cols_to_recode], lime_label_recode)
# df_recoded[, cols_to_recode] <- as.data.frame(do.call(cbind, list_recoded))

# df_recoded <-
#   df %>%
#   mutate(across(all_of(cols_to_recode), lime_label_recode)) 

df_recoded <-
  df %>%
  mutate(across(everything(), lime_label_recode)) %>%   # some values have same labels: df$G01Q60_SQ006
  mutate(across(where(is.character), function(col) iconv(col, to="UTF-8")))  # encoding: df_recoded$G01Q56
```



# Score 3 Questionnaires

```{r, warning=FALSE}
# ------------------------------------------------------------------------------
# Define 3 scales
# ------------------------------------------------------------------------------
# ATSPPH - 10 items (likert 0-3) total sum
atspph_idx <- 184:193  # grep("G06Q13", names(df));  df[, grep("G06Q13", names(df), value = TRUE)]
atspph_labs <- unique(lapply(df[, atspph_idx], attr, "labels"))
atspph_rev <- c(2, 4, 8, 9, 10)

atspph_recode <- function(df, rev) {
  df %>%
    mutate(
      across(everything(),
        ~ case_when(
          . == "AO02" ~ 0,
          . == "AO03" ~ 1,
          . == "AO04" ~ 2,
          . == "AO05" ~ 3
        )
      )       
    ) %>%
    mutate(   # here reverse code
      across(rev,
      ~ 3 - .x 
      )
    )
}  # atspph_recode(df_compl[, atspph_idx], atspph_rev)

# FSozU - 6 items (likert 1-5) total mean
fsozu_idx <- 222:227 # grep("G12Q45", names(df)); df[, grep("G12Q45", names(df), value = TRUE)]  
fsozu_labs <- unique(lapply(df[, fsozu_idx], attr, "labels"))  

fsozu_recode <- function(df) {
  df %>%
    mutate(
      across(everything(),
        ~ case_when(
          . == "AO01" ~ 1,
          . == "AO02" ~ 2,
          . == "AO03" ~ 3,
          . == "AO04" ~ 4,
          . == "AO05" ~ 5
        )
      )       
    ) 
}  # fsozu_recode(df_compl[, fsozu_idx])

# PMHSS - 24 items (likert 1-5) subscale sum
pmhss_idx <- 228:251   # grep("G13Q46", names(df)); df[, grep("G13Q46", names(df), value = TRUE)]
pmhss_labs <- unique(lapply(df[, pmhss_idx], attr, "labels"))

pmhss_aware <- c(2, 4, 5, 6, 8, 10, 11, 12)  
pmhss_agree <- c(14, 16, 17, 18, 20, 22, 23, 24) 
pmhss_posit <- c(1, 3, 7, 9, 13, 15, 19, 21)

pmhss_recode <- function(df) {
  df %>%
    mutate(
      across(everything(),
        ~ case_when(
          . == "AO01" ~ 1,
          . == "AO02" ~ 2,
          . == "AO03" ~ 3,
          . == "AO04" ~ 4,
          . == "AO05" ~ 5
        )
      )       
    )
}  # pmhss_recode(df_compl[, pmhss_idx])

# ------------------------------------------------------------------------------
# Recode & Score
df_compl[, atspph_idx] <- atspph_recode(df_compl[, atspph_idx], atspph_rev)
df_compl[, fsozu_idx] <- fsozu_recode(df_compl[, fsozu_idx])
df_compl[, pmhss_idx] <- pmhss_recode(df_compl[, pmhss_idx])

df_compl$help_seek <- ScoreLikert(df_compl[, atspph_idx], napercent = .5, engine = "sum")
df_compl$soc_supp <- ScoreLikert(df_compl[, fsozu_idx], napercent = .5, engine = "mean")

df_compl$aware <- ScoreLikert(df_compl[, pmhss_idx][pmhss_aware], napercent = .5, engine = "sum") 
df_compl$agree <- ScoreLikert(df_compl[, pmhss_idx][pmhss_agree], napercent = .5, engine = "sum")
df_compl$posit <- ScoreLikert(df_compl[, pmhss_idx][pmhss_posit], napercent = .5, engine = "sum")
```


# Some analyses on 3 Questionnaires

```{r, echo=FALSE}
vars_demog <- c("Q00", "G01Q23", "G01Q24", "G01Q26")
vars_demog_names <- c("sex", "year_birth", "grade", "resid")
lapply(df_compl[, vars_demog], attr, "label")

df_scales <- 
  df_compl %>%
  # labelled::remove_attributes("label") %>%
  # labelled::remove_attributes("labels") %>%
  rename_with(~ c(vars_demog_names), all_of(vars_demog)) %>%
  select(all_of(vars_demog_names),
         help_seek, soc_supp, aware, agree, posit) %>%
  mutate(across(all_of(vars_demog_names), lime_label_recode)) %>%
  mutate(age = 2023 - as.numeric(year_birth))
```

### Just checks

```{r, echo=FALSE, warning=FALSE, fig.height=10, fig.width=10}
plot_scales <- GGally::ggpairs(df_scales[, c(1, 10, 3:9)], progress = FALSE)
plot_scales
```

```{r, echo=FALSE, warning=FALSE, fig.height=7, fig.width=7}
plot_scales2 <- PerformanceAnalytics::chart.Correlation(df_scales[, c(10, 5:9)])
plot_scales2
```


### Mod - just check

```{r mod, cache=TRUE}
# find_mod(df_scales)
# moderation_model_list #1,2,3,6,7,10,11,12

mod_synth <-
  moderation_model_list %>%
  purrr::pluck("Syntax") %>%
  stringr::str_match("# Regressions\\\n(.*?)\\\n\\\n#") %>%   # string between "# Regressions\n" and "\n\n#"
  as.data.frame() %>%
  dplyr::pull(2) %>% 
  stringr::str_remove_all(fixed("b0*1 + ")) 

mod_tabl <- 
  moderation_model_list %>%
  purrr::pluck("Model")

for(i in seq_len(length(mod_tabl))) {print(mod_synth[i]); print(mod_tabl[[i]])}
```

### Med - just check

```{r med, cache=TRUE}
# find_med(df_scales)
# mediation_model_list

for(i in seq_len(length(mediation_model_list$MedEs))) {print(mediation_model_list$MedEs[i]); print(mediation_model_list$PathEs[[i]])}
```

### Odd stigma patterns

```{r, warning=FALSE, fig.height=6, fig.width=7}
ggplot(df_scales, aes(aware, agree, color = posit)) +
  geom_smooth(method = "loess", formula = y ~ x, se = TRUE, alpha = 0.1, color = "red", fill = "red") +
  geom_point() +
  scale_colour_distiller(palette = "Blues", direction = 1)

df_scales %>%
  mutate(posit_cat = cut(posit,
    breaks = c(5, 10, 20, 30, 40))
  ) %>%
  ggplot(aes(aware, agree, color = posit_cat)) +
  geom_point() -> plot_stigma1
plotly::ggplotly(plot_stigma1)

ggplot(df_scales, aes(posit, agree, color = aware)) +
  geom_smooth(method = "loess", formula = y ~ x, se = TRUE, alpha = 0.1, color = "red", fill = "red") +
  geom_point() +
  scale_colour_distiller(palette = "Blues", direction = 1)

df_scales %>%
  mutate(aware_cat = cut(posit,
    breaks = c(5, 10, 20, 30, 40))
  ) %>%
  ggplot(aes(posit, agree, color = aware_cat)) +
  geom_point() -> plot_stigma2
plotly::ggplotly(plot_stigma2)

coplot(agree ~ posit | aware, overlap = 0, data = df_scales,
  panel = function(x, y, ...) {
          points(x, y, ...)
          abline(lm(y ~ x), col = "red")}
)
```

### Partial correlations stigma (partial everything from everything)

```{r}
psych::lowerMat(psych::partial.r(df_scales[, c("agree", "aware", "posit")]))
```


### Interaction stigma

```{r}
mod_stigma_interac <- lm(agree ~ aware * posit, data = df_agree)
interactions::interact_plot(mod_stigma_interac, pred = posit, modx = aware)
# interactions::sim_slopes(mod_stigma_interac, pred = posit, modx = aware)
```

### Gender diff stigma

```{r}
ggstatsplot::ggbetweenstats(df_agree, x = sex, y = agree)
ggstatsplot::ggbetweenstats(df_agree, x = sex, y = aware)
ggstatsplot::ggbetweenstats(df_agree, x = sex, y = posit)
```

### Silly model that works smh (0 m, 1 fem)

```{r}
df_scales %>% 
  mutate(sex = as.numeric(as.factor(sex)) - 1) %>% 
  psych::mediate(posit ~ sex + aware:agree + (aware), data = .)

# psych::mediate(agree ~ posit + (aware), data = df_scales) # silly but works
# psych::mediate(agree ~ posit * aware, data = df_scales)
```

### Reg step - everything about stigma is wacky

```{r}
df_agree <- na.omit(df_scales[, c("agree", "sex", "age", "resid", "aware", "soc_supp", "posit")])
mod_agree <- lm(agree ~ sex + age + resid + aware + soc_supp, data = df_agree)
best_mod_agree <- step(mod_agree, scope = help_seek ~ .^2, direction = "both", data = mod_agree$model, trace = 0) # BIC with k = log(nrow(mod_agree$model))
summary(best_mod_agree)
```


```{r}
df_helpseek <- na.omit(df_scales[, c("help_seek", "sex", "age", "agree", "aware", "soc_supp", "agree", "posit")])
mod_helpseek <- lm(help_seek ~ sex + age + agree  + aware + soc_supp, data = df_helpseek)
best_mod_helpseek <- step(mod_helpseek, scope = help_seek ~ .^2, direction = "both", data = mod_helpseek$model, trace = 0) # BIC with k = log(nrow(mod_helpseek$model))
summary(best_mod_helpseek)


summary(lm(help_seek ~ sex + age * aware, data = df_scales)) 


```






<!-- Session Info and License -->

<br>

# Session Info
```{r session_info, echo = FALSE, results = 'markup'}
sessionInfo()    
```

<!-- Footer -->
&nbsp;
<hr />
<p style="text-align: center;">A work by <a href="https://github.com/ClaudiuPapasteri/">Claudiu Papasteri</a></p>
<p style="text-align: center;"><span style="color: #808080;"><em>claudiu.papasteri@gmail.com</em></span></p>
&nbsp;
